501 measurement and conversion questions by LearningExpress Editors

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This publication serves readers who are looking to increase the dimension and conversion talents they should prevail in class and on assessments. the 10 sections of this booklet make sure that readers perform various questions together with perimeter, sector, quantity, and angles. With over 500 perform questions, this ebook is an important instrument for college kids who have to increase their math talents to move checks very easily.

300 m2 340 m2 136 m2 204 m2 180 m2 57. How does the area of a rectangle change if both the base and the height of the original rectangle are tripled? a. The area is tripled. b. The area is six times larger. c. The area is nine times larger. d. The area remains the same. e. The area cannot be determined. 58. What is the area of the ﬁgure below? 11 units 9 units a. b. c. d. e. 20 square units 99 square units 22 square units 77 square units 121 square units 27 Team-LRN 501 Measurement and Conversion Questions 59.

65 m2 24 Team-LRN 501 Measurement and Conversion Questions 48. 5 ft, what is the area of the triangle? a. 6 ft b. 8 ft2 c. 2 ft2 d. 7 ft2 e. 6 ft2 49. A patio is in the shape of an equilateral triangle. If the length of one side is 4 m, what is the area of the patio to the nearest tenth? a. 8 m2 b. 9 m2 c. 8 m2 d. 9 m2 e. none of these 50. What is the area of the ﬁgure below? 42 m 40 m a. b. c. d. e. 1,680 m2 256 m2 840 m2 82 m2 cannot be determined 51. Given a triangle with a base of 16 inches and an area of 44 square inches, what is the height?

Note that a rhombus has four equal sides, so the base is 11 units and the height as shown is 9 units. Substitute into the formula to get A = (11)(9) = 99 square units. 59. e. Although each side of the rhombus is 30 cm, the height is not known. Therefore, the area cannot be determined. It cannot be assumed that the rhombus is a square and that the consecutive sides are perpendicular. 60. b. Use the formula A = lw, where l is the length of the rectangular yard and w is the width. Since the area and length are given, substitute into the formula to get 504 = 21w.